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| Date | 2023-06-05 03:10 -0700 |
| References | <7d7c69ac-d27d-4a9b-b866-8af159759fe1n@googlegroups.com> <0bd4a8c6-7712-4ae7-be5a-d3044a0379d1n@googlegroups.com> |
| Message-ID | <c3145d21-4f42-4f8d-b004-bf13b5723366n@googlegroups.com> (permalink) |
| Subject | Re: "Without loss of generality" may not be formalizable |
| From | Mild Shock <bursejan@gmail.com> |
I have a new theory about the Generalized Drinker Paradox. Maybe its only a change in letter, from small to capital letter: WLOG = Without Loss of Generality wLOG = With Loss of Generality BTW: Here is a 2OGeneralizedGeneralizedGeneralizedDrinkerParadox, we went down from the real line, to yet something smaller, the boolean domain: /* propositional second order generalized generalized generalized drinker paradox, abbreviated 2OGeneralizedGeneralizedGeneralizedDrinkerParadox */ EXIST(x):[[x <=> s] => Q(x,s)]] Mild Shock schrieb am Sonntag, 4. Juni 2023 um 21:48:10 UTC+2: > I guess the generalized drinker paradox thus uses extraordinary logic. > Dan Christensen schrieb am Montag, 21. November 2022 um 21:18:40 UTC+1: > > It seems unlikely that the without-loss-of-generality claim can be justified using the ordinary rules of logic found in most math textbooks as has been used here.
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Re: "Without loss of generality" may not be formalizable Mild Shock <bursejan@gmail.com> - 2023-06-04 12:48 -0700
Re: "Without loss of generality" may not be formalizable Mild Shock <bursejan@gmail.com> - 2023-06-05 03:10 -0700
Re: "Without loss of generality" may not be formalizable Mild Shock <bursejan@gmail.com> - 2023-06-05 03:14 -0700
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